Answer:
CARVEL CORP. | |||||
Bond premium amortization | |||||
On January 1,2018 | |||||
Semi-annual interest periods | Interest payment | Interest expense | Premium amortization | Unamortized premium | Bond Carrying amount |
Jan. 1/18 | $25,819 | $615,819 | |||
July 1/18 | $17,700 | $15,395.48 | $2,304.53 | $23,514.48 | $613,514.48 |
Jan. 1/19 | $17,700 | $15,337.86 | $2,362.14 | $21,152.34 | $611,152.34 |
Interest payment = $590,000 x 3% =$17,700
Interest expense = preceding bond carrying amount x 2.5%
Premium amortization = Interest payment - Interest expense
Unamortized premium = Face value - Bond carrying value
Bond carrying value = Preceding bond carrying value - premium amortized
Calculations:
Interest payment = $590,000 x 6% x 6/12 =$17,700
Present value of interest payments | $154,911 |
[$17,700 x 8.75206 present value annuity factor (10 years, 2.5%)] | |
Present value of face value of the bonds | $460,908 |
[$590,000 x 0.78120 present value factor (10 years, 2.5%)] | |
Issue price of the bonds | $615,819 |
Question 2 On January 1, 2018, Carvel Corp. issued five-year bonds with a face value of...
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Question 2 On January 1, 2018, Carvel Corp. issued five-year bonds with a face value of $480,000 and a coupon interest rate of 6%, with interest payable semi-annually. (a) Your answer is correct. Prepare a partial bond amortization table for the first two interest payments assuming that interest is paid on July 1 and January 1 and that the bonds sold when the market interest rate was 5%. (Round answers to 0 decimal places, e.g. 5,255.) CARVEL CORP. Bond Premium...
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DITIS FLU- ancial Accounting, Seventh Canadian Edition by Kimmel, Weygandt, Kieso, Trenholm, Irvine, and Burnley Help System Announcements tudy & Practice Assignment Gradebook ORION Downloadable Textbook en Assignment INTER VERSION BACK NEXT OURCES 105 Question 2 On January 1, 2018, Carvel Corp. issued five-year bonds with a face value of $610,000 and a coupon interest rate of 6%, with interest payable semi-annually (a) x Your answer is incorrect. Try again. Study Prepare a partial bond amortization table for the first...
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